Explore topic-wise MCQs in Engineering Drawing.

This section includes 7 Mcqs, each offering curated multiple-choice questions to sharpen your Engineering Drawing knowledge and support exam preparation. Choose a topic below to get started.

1.

What is the purpose of drawing a temporary scale of a variable before plotting a Z-type nomograph?

A. To obtain the original scale of the variable
B. To make the plotting easy
C. To obtain the diagonal scale
D. To make the nomograph more accurate
Answer» D. To make the nomograph more accurate
Discussion
2.

From the following table find the function modulus of f(A) to construct a Z-type nomograph, for the function f(A) = \(\frac{f(B)}{f(C)}\). Considering the variable scale length as 20 cm.

A. to construct a Z-type nomograph, for the function f(A) = \(\frac{f(B)}{f(C)}\). Considering the variable scale length as 20 cm. a) 2
B. 5
C. 1
D. 4View Answer
Answer» C. 1
Discussion
3.

If in the Z-type nomographs the variable scales A, B, C are used where A and C scales have zero points and zeroth point on diagonal scale B overlaps the zeroth point on C scale. Then these nomographs can be used to calculate _____

A. B = C/A
B. A = B*C
C. C = B*B
D. B = A/C
Answer» B. A = B*C
Discussion
4.

In Z-type nomographs, there are no limitations on the functional moduli.

A. True
B. False
Answer» B. False
Discussion
5.

Z-type nomographs and N-type nomographs are different types of nomographs.

A. True
B. False
Answer» C.
Discussion
6.

The Z-type nomographs scales for the variable must begin at ________

A. one
B. zero
C. initial values of the function
D. minimum values of the function
Answer» C. initial values of the function
Discussion
7.

Which of the following statement is false according to Z-type nomographs?

A. Z-type nomographs are more accurate than logarithmic parallel scale nomographs
B. Z-type nomographs are non-logarithmic scales
C. Z-type nomographs are non-parallel scales
D. Z-type nomographs are applied for multiplying and dividing
Answer» B. Z-type nomographs are non-logarithmic scales
Discussion